where \(n_d\)  are the virtual counts of rational curves of degree \(d\)  on a generic quintic threefold (see [1]} and [2]}) and \(n_d^{\rm disk}\)  are the virtual counts of disks with boundary on a lagragian of a quintic threefold (see [3]} and [4]}). The q-expansions for all functions \(s_i\)  can be found on the author's webpagewww.impa.br/~felipe.espreafico/expansionsi. Notice that \(s_1,s_2,s_3,s_4, s_5\)  and \(s_6\)  are the same as the corresponding \(t_i\)  from [2]} and that \(s_0^2 = t_0\)  and \(s_4^{10} = t_4\) .
